- Como funciona un PC
El resultado de tal procesamiento se envía a los periféricos de salida (monitor, impresora...) dando lugar a la salida de datos. Internamente, la transferencia de los datos desde los dispositivos de entrada llega a la unidad central de proceso a través de los denominados buses de datos. En el CPU se procesan y siguen el camino inverso al recorrido anteriormente: se guardan en la memoria y restantes unidades de almacenamiento y salen mediante los dispositivos de salida.
- Definiciones de: computador, arquitectura
Computador, dispositivo electrónico capaz de recibir un conjunto de instrucciones y ejecutarlas realizando cálculos sobre los datos numéricos, o bien compilando y correlacionando otros tipos de información.
- ORGANIZACIÓN DEL COMPUTADOR
- Reseña histórica de los computadores
- Podríamos decir que las máquinas mecánicas de calcular constituyeron la "era arcaica" o generación 0 de los computadores.
- Una evolución de estas máquinas son las máquinas registradoras mecánicas que aún existen en la actualidad.
- Los computadores envasados en elementos mecánicos planteaban ciertos problemas:
- La velocidad de trabajo está limitada a inercia de las partes móviles.
- La transmisión de la información por medios mecánicos (engranajes, palancas, etcétera.) es poco fiable y difícilmente manejable.
- Los computadores electrónicos salvan estos inconvenientes ya que carecen de partes móviles y la velocidad de transmisión de la información por métodos eléctricos no es comparable a la de ningún elemento mecánico.
1ªgeneración:
(1946-1955) Computadores basados en válvula de vacío que se programaron
en lenguaje máquina o en lenguaje ensamblados. ![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_tEHAoe7sKN3ypHmuZ4vI8vQI8Ws8aM07g52Fjb5gguwDe1I4yW1En6p3NktgThFxzdhnA0FbKTnfRLOYBZlGKKrwRWwZYVxxO2K_b5K9EZC9qx=s0-d)
2ª generación:
(1953-1964) Computadores de transistores. Evolucionan los modos
de direccionamiento y surgen los lenguajes de alto nivel.![](data:image/jpeg;base64,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)
3ª generación: (1964-1974) Computadores basados
en circuitos integrados y con la posibilidad de trabajar en tiempo
compartido. ![](data:image/jpeg;base64,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)
4ª generación: (1974- ) Computadores Que integran toda la
CPU en un solo circuito integrado (microprocesadores). Comienzan a
proliferar las redes de computadores.
![](data:image/jpeg;base64,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)
No hay comentarios.:
Publicar un comentario